Natural Groundwater Flow

Przednia okładka
CRC Press, 3 lut 1993 - 336
0 Recenzje
Natural Groundwater Flow is an important volume focused on providing a complete description of groundwater flow velocity field and the velocity oriented approach for conducting numerical simulations and other applications. The book presents background information regarding the causes leading to spatial variations of the water table, related concepts of phreatic and specific storage, artificial flow, and flow driven by differences in groundwater density. Block-scale permeability is discussed in detail, and numerical applications using the Galerkin finite element method and pre-modeling techniques for obtaining data required for numerical modeling are examined. The book also presents never-before-published information regarding the theoretical justification and elucidation of hydrological systems analysis to analyze the effects of different spatio-temporal scales. Natural Groundwater Flow is an important reference for environmental physicists, hydrogeologists, civil engineers, mathematical geologists, and petroleum reservoir engineers.
 

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Spis treści

Introduction
1
Basic Equations
21
Perfectly and Nonperfectly Layered Basins
43
Transmissivity and Con
69
Introduction to Flow Systems Analysis
109
Transport of Dissolved Matter
123
The SystemAnalytical View of Groundwater Flow
147
Numerical Modeling
165
Examples and Applications
205
Bibliography
241
APPENDICES
249
B Derivation of the vector field equations
263
Flow caused by horizontal gradients in fluid density
269
From the smallscale to the largescale Darcys law
293
E Basic functions of the finite element method
311
Prawa autorskie

Computer Aspects
185

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Popularne fragmenty

Strona 245 - Two-phase flow in heterogeneous porous media I: the influence of large spatial and temporal gradients.
Strona 247 - An Experimental Study of Combustion and the Effects of Large Heat Release on a Two Dimensional Turbulent Mixing Layer," Ph.D. Thesis, University of California, Berkeley, 1982. 35. van Dyke, M. , Perturbation Methods in Fluid Mechanics.

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